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PRRS Compendium Producer Edition - National Pork Board

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offset by any decrease in feed conversion). The<br />

net partial budget equation yields a value for net<br />

difference (ND). ND = [(AI + RE) – (RI + AE)]<br />

An example of the partial budget format is<br />

shown in Table 7.<br />

To use the partial budget assessment, estimate a<br />

value for each of the appropriate categories comparing<br />

the impact of the intervention strategy to<br />

your baseline (current performance with no intervention).<br />

Once all potential changes associated<br />

with the intervention are accounted for, a net<br />

difference to the operations can be calculated.<br />

The subtotal of (additional income + reduced expenses)<br />

minus the subtotal of (reduced income +<br />

additional expenses) is an estimate of the impact<br />

the intervention will have on the operation measured<br />

as a “net difference.”<br />

The net difference (or net return) for the interven- Additional facilities X<br />

tion can then be used to calculate the benefit: Table : Partial budget format with potential intervention<br />

cost ratio. The “net difference” from the partial<br />

budget includes the influence of the direct cost<br />

budget items<br />

of the intervention. In contrast, the “benefit:cost ratio” (BCR) is calculated by dividing the net return, excluding<br />

the direct cost of the intervention (DCI) (i.e., “benefit”), by the direct cost of the intervention (i.e.,<br />

“cost”), resulting in a “benefit:cost ratio.” That is, BCR = AI + RERI + AE - DCIDCI<br />

An example of the use of partial budgeting and the subsequent benefit:cost ratio is described in the literature<br />

as a case study in which the impact of vaccination with a modified-live <strong>PRRS</strong> vaccine at weaning in<br />

a system with a <strong>PRRS</strong> stabilized breeding herd and unstable growing pig herd was evaluated (Polson et<br />

al., 2000). Weighing the “benefit” (as measured by a reduction in mortality from 5 to 3% and an improvement<br />

in ADG from 0.59 to 0.79 pounds per head per day) against the “cost” (additional expense of vaccine<br />

and labor to administer) resulted in a benefit:cost ratio range of 2.4:1 to 22:1, depending upon the value of<br />

feeder pigs ($0.30 to 0.90 per pound).<br />

A BCR of 2.0 means that there is a $2.00 benefit for every $1.00 of direct intervention cost. In contrast, a<br />

BCR of 0.5 means that there is only a $0.50 benefit for every $1.00 of direct intervention cost. Where the<br />

BCR is 1.0, there would be a $1.00 benefit for every $1.00 of direct intervention cost.<br />

When doing partial budgets, it is also of value to do a “sensitivity analysis” (Boehlje and Eidman, 1984).<br />

As previously demonstrated in Table 3, a sensitivity analysis involves varying some of the input measures<br />

(impact on performance, feed cost, market price, intervention cost) to see how they change the output<br />

measure (net difference or benefit:cost ratio). In this way, you can assess the potential impact of an intervention<br />

if the effect was smaller and/or greater than what you expected.<br />

References<br />

Boehlje MD, Eidman VR. 1984. Farm Management, pp. 237-242.<br />

Potential intervention<br />

budget items<br />

Dee SA, Bierk MD, Deen J, Molitor TW. 2001. An evaluation of test and removal for the elimination of porcine reproductive and respiratory syndrome<br />

virus from five swine farms. Can J Vet Res 65:22-27.<br />

Dee SA, Joo HS, Park BK, et al. 1998. Attempted elimination of porcine reproductive and respiratory syndrome virus from a seedstock farm by<br />

vaccination of the breeding herd and nursery depopulation. Vet Rec 142:569-572.<br />

Dee SA, Joo HS, Polson DD, Marsh WE. 1997. Evaluation of the effects of nursery depopulation on the profitability of 34 pig farms. Vet Rec 140:498-500.<br />

Dee SA, Joo HS. 1993. <strong>PRRS</strong> clinical management and control: Eradication from herds. Proceedings of the Allen D. Leman Swine Conference, pp. 93-97<br />

Dee SA, Joo HS. 1994. Factors involved in successful eradication of <strong>PRRS</strong> virus using nursery depopulation. Proceedings of the American Association<br />

of Swine Practitioners, pp. 239-243<br />

Dee SA, Philips RC. 1998. Using vaccination and unidirectional pigflow to control <strong>PRRS</strong> virus transmission. Swine Health and Production 6(1):21-25.<br />

Additional<br />

income<br />

Potential outcomes<br />

Increased pigs weaned X<br />

Increased pounds sold X<br />

PAGE<br />

Reduced<br />

expenses<br />

Improved feed conversion X<br />

Reduced animal treatments X<br />

Potential intervention options<br />

Reduced<br />

income<br />

Additional<br />

expenses<br />

Diagnostic submissions X<br />

Vaccination X<br />

Labor X<br />

Closed herd/depopulation X<br />

PIG 04-01-09

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